School of Pharmacy, University of Nottingham, Nottingham, NG7 2RD, United Kingdom.
Biomed Mater. 2017 Sep 25;12(5):055009. doi: 10.1088/1748-605X/aa7b54.
Electrospun fibrous materials have increasing applications in regenerative medicine due to the similarity of fibre constructs to the morphology of certain extracellular matrices. Although experimentally the electrospinning method is relatively simple, at the theoretical level the interactions between process parameters and their influence on the fibre morphology is not yet fully understood. Here, we hypothesised that a design of experiments (DoE) model could determine combinations of process parameters that result in significant effects on poly-D,L-lactic acid (PDLLA) fibre morphology. The process parameters used in this study were applied voltage, needle-to-collector distance, flow rate and polymer concentration. Data obtained for mean fibre diameter, standard deviation (SD) of the fibre diameter (measure of fibre morphology) and presence of 'beading' on the fibres (beads per μm) were evaluated as a measure of PDLLA fibre morphology. Uniform fibres occurred at SDs of ≤500 nm, 'beads-on-string' morphologies were apparent between ±500 and 1300 nm and large beads were observed at ±1300-1800 nm respectively. Mean fibre diameter was significantly influenced by the applied voltage and interaction between flow rate and polymer concentration. Fibre morphology was mainly influenced by the polymer concentration, while bead distribution was significantly influenced by the polymer concentration as well as the flow rate. The resultant DoE model regression equations were tested and considered suitable for the prediction of parameters combinations needed for desired PDLLA fibre diameter and additionally provided information regarding the expected fibre morphology.
静电纺丝纤维材料由于其纤维结构与某些细胞外基质的形态相似,在再生医学中的应用日益广泛。尽管实验中静电纺丝方法相对简单,但在理论水平上,工艺参数之间的相互作用及其对纤维形态的影响尚未完全理解。在这里,我们假设实验设计(DoE)模型可以确定导致聚-D,L-乳酸(PDLLA)纤维形态产生显著影响的工艺参数组合。本研究中使用的工艺参数为施加电压、针尖到收集器的距离、流速和聚合物浓度。将纤维直径的平均值、纤维直径的标准偏差(SD)(纤维形态的测量)和纤维上的“珠状”(每微米的珠子)的存在作为 PDLLA 纤维形态的测量数据进行评估。在 SD≤500nm 时出现均匀纤维,在±500 至 1300nm 之间出现“串珠”形态,在±1300-1800nm 时观察到大珠子。平均纤维直径受施加电压和流速与聚合物浓度之间相互作用的显著影响。纤维形态主要受聚合物浓度影响,而珠状分布则显著受聚合物浓度以及流速影响。所得的 DoE 模型回归方程经过测试,被认为适合于预测所需 PDLLA 纤维直径的参数组合,并且还提供了有关预期纤维形态的信息。